返回
An iterative problem-driven scenario reduction framework for stochastic optimization with conditional value-at-risk
DOI:10.1016/j.epsr.2026.113730.png)
摘要
En 中文
• 一种迭代的问题驱动场景缩减框架。
• 嵌入风险规避优化结构以增强尾部风险表征。
• 将场景分割和选择表述为混合整数规划问题。
• 以低于1%的最优性间隙实现近最优解。
• 表现优于现有的场景缩减方法。
Keyword:
Conditional value-at-risk
Problem-driven
Risk-averse
Scenario reduction
Stochastic optimization
期刊
IF:
4.2
论文数:
1.2W
被引数:
2.2W
机构
引用论文
Decision-Focused Learning: Foundations, State of the Art, Benchmark and Future Opportunities决策导向学习:基础、现状、基准和未来机遇
Power systems optimization under uncertainty: A review of methods and applications不确定条件下的电力系统优化: 方法与应用综述
Problem-Driven Scenario Reduction Framework for Power System Stochastic Operation面向电力系统随机运行的问题驱动场景缩减框架
Capacity credit evaluation of generalized energy storage considering strategic capacity withholding and decision-dependent uncertainty广义储能容量的战略容量保留和决策相关不确定性下的容量信用评估
Applied Energy
IF11
Clustering methods to find representative periods for the optimization of energy systems: An initial framework and comparison
APPLIED ENERGY
IF11

